Given the following survival function, calculate the exact value of (950 μ50).S(x) =9000-10-²9000Possible AnswersA-1/600B-1/6000с 0D 1/6000E 1/600for 0≤x≤ 90

The survival function is S(x)=9000-10x-x29000 for 0≤x≤90. We have to calculate the exact value of…

Answered: Given the following survival function,…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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The heat index (HI) is an estimate of the temperature felt by the human body based on the actual measured air temperature T (in °F) and relative humidity h,. It is given by HI = - 42.379 + 2.049015237 + 10.14333127h, – 0.22475541Th, – (6.83783 × 10-³)T² - (5.481717 x 10-3)h,² + (1.22874 × 10-³)7°h, + (8.5282 - 10-4)Th,² - (1.99 x 10-")T®h,?. a. If the air temperature in your area is 107°F with a relative humidity of 8%, how hot does your body feel? b. If the air temperature and relative humidity is known to be increasing at a rate of 2°F per sec and 1% per sec, resp., how fast is the heat index changing at the moment when the air temperature in your area is 107°F with a relative humidity of 8%?
n P₁₁ = x P₁ - Ph-1
Let X = number of errors per 500 lines of software code. Suppose it is known that E(X) = 4.11 and E(X²) = 17.63. What is Var(X)? Answer:
The change from religious to lay teachers at Roman Catholic schools has been partly attributed to the decline in the number of women and men entering religious orders. The percent of teachers who are lay teachers is given by the following where t is measured in decades, with t= 0 corresponding to the beginning of 1960, and 0 ≤ t≤ 4. f (t) = 96 1+2.75e-t (a) What percentage of teachers were lay teachers at the beginning of 1970? (b) How fast was the percent of lay teachers changing at the beginning of 1970? %/decade
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Highway engineers use f(x) = (0.905)* to estimate the likelihood, or probability, that no vehicle will enter a particular intersection within an interval of x seconds. Construct a table of f(x) = (0.905)* starting at x = 0 and incrementing by 10, until x = 50. a. Evaluate f(1) and interpret the result. b. For a time interval of what length is there only a 2% chance that no cars will enter the intersection?
Suppose the usual cost associated with a catered wedding reception is 1,500 php/person for a reception of more than 75 people; while, 1,850 php/person is the usual cost for a reception of 75 people or less. Determine the function C(n) representing the total cost for a catered wedding reception of n people. 1500n if n>75 A C(n) = %3D 1850n if 075 B C(n) = 1850(n- 75) if075 1850 if 075
According to a study, the probability that a smoker will quit smoking increases with the smoker's educational level. The probability (expressed as a percent) that a smoker with x years of education will quit is approximated by the equation f(x) = 0.831x² 18.1x + 137.3 (for 10 ≤ x ≤ 16).t (a) Find f(12). (Round your answer to three decimal places.) f(12) = 39.764 ✓ Interpret this number. [Hint: x = 12 corresponds to a high school graduate.] A smoker who is a high school graduate has a X % chance of quitting. Find f'(12). (Round your answer to three decimal places.) f'(12) = 1.844 ✓ Interpret this number. [Hint: x = 12 corresponds to a high school graduate.] When a smoker has a high school diploma, the chance of quitting is increasing ✓ (b) Find f(16). (Round your answer to three decimal places.) f(16) = Interpret this number. [Hint: x = 16 corresponds to a college graduate.] A smoker who is a college graduate has a Find f'(16). (Round your answer to three decimal places.) f'(16) = %…
Solve for the following, refer to the picture:
P(-1.02 < Z < c) = 0.8043

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Given the following survival function, calculate the exact value of (950 - μ50). S(x) 9000-102-² for 0≤x≤ 90 9000 Possible Answers A -1/600 B-1/6000 с 0 D 1/6000 E 1/600